T7(x,y) = (x/3, y/3) + (0, 2/3) | T8(x,y) = (x/3, y/3) + (1/3, 2/3) | T9(x,y) = (x/3, y/3) + (2/3, 2/3) |
T4(x,y) = (x/3, y/3) + (0, 1/3) | T5(x,y) = (x/3, y/3) + (1/3, 1/3) | T6(x,y) = (x/3, y/3) + (1/3, 2/3) |
T1(x,y) = (x/3, y/3) | T2(x,y) = (x/3, y/3) + (1/3, 0) | T3(x,y) = (x/3, y/3) + (2/3, 0) |
These transformations generate the unit square by dividing it into nine subsquares, each of |
Here are the length 1 addresses. |
Here are the length 2 addresses. |
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